QuestionIdentify the type of function for $g(x)$ given the values: $g(\frac{1}{9})=-2$ , $g(\frac{1}{3})=-1$ , $g(1)=0$ , $g(3)=1$ , $g(9)=2$ , $g(27)=3$ , $g(81)=4$ . Options: Rational, Polynomial, Logarithmic, Exponential.

Studdy Solution
Therefore, the function $g(x)$ is a Logarithmic function.
The type of function that describes $g(x)$ is Logarithmic.

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